If sin A = ⅓ then find the value of cos A cosec A + tan A sec A
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Answer:
6/√2
Step-by-step explanation:
sinA=1/3⇒cosecA=3
We have,
cosA=2√2/3 (∵1²+(2√2)²=3²)
⇒secA=3/2√2
∴tanA=1/2√2
∴2√2/3×3+1/2√2×3/2√2
=2√2+3/8
=16√2+3/8
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